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Page "religion" ¶ 30
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We and may
We may take her with us -- to California.
We are worried about what people may do with them -- that some crazy fool may `` push the button ''.
We face, indeed, what may be a turning point in history, and we must act decisively and wisely.
We may thus trace the notion of individual autonomy from its manifestation in religious practice and theological reflection through practical politics and political theory into literature and the arts.
We may also recognize cases in which the poets have influenced the philosophers and even indirectly the scientists.
We may further grant to those of her ( Poetry's ) defenders who are lovers of poetry and yet not poets, the permission to speak in prose on her behalf: let them show not only that she is pleasant but also useful to States and to human life, and we will listen in a kindly spirit ; ;
We may say of some unfortunates that they were never young.
We who are living today may learn a valuable lesson from those who celebrated the first Thanksgiving Day.
We may then dismiss the time difference between these courses and the usual four year course of the interior design student as not having serious bearing on the subject.
We pointed out that emotional excitement may lead to psychosomatic disorders and neurotic symptoms, particularly in certain types of personality, but it is also known that the reliving of a strong emotion ( `` abreaction '' ) may cure a battle neurosis.
We may say that his problem was diagnosed but that he refused treatment.
We may say that his attitude was foolish, since he may have been a success had he learned some human relations skills ; ;
We assume further that the union recognizes the possibility that price-level increases may offset wage-rate increases, and it does not entirely disregard the effect of price increases arising from its own wage increases upon the `` real '' wage rate.
We concluded that we may refer workers to the fieldwork ( but not the packing shed work ) provided we give them written notice of the packing shed dispute.
We may carry this sequence one step further and say that at seventy he was a poet at the height of his powers, wanting only the impetus of two tragedies, one personal, the other national, to loose those powers in poetry.
We first see him shaking Mrs. Joe's hand on discovering the sizable amount of the premium paid to her husband for Pip's indenture as an apprentice and later pumping Pip's hands `` for the hundredth time at least '' ( `` May I -- may I -- ''??
We also see how the results may be presented, although if n, the number of state variables, is large any tabulation will become cumbersome.
We know that the number of radio and television impulses, sound waves, ultra-violet rays, etc., that may occupy the very same space, each solitary upon its own frequency, is infinite.
We may conclude that all six points of information, ostensibly given by the dream priest, could have been furnished by Dr. Hilprecht's subconscious reasoning.
We may now take up for consideration a hard case which seems to require either no action employing economic pressure or else action that would seem to violate the principles set forth above.
We should not allow the image of an immanent end brought about indirectly by our own action in the continuing human struggle for a just endurable order of existence to blind us to the fact that in some measure accelerating the end of our lease may be one consequence among others of many other of mankind's thrusts toward we know not what future.

We and show
We then outline the theory of the interaction of paramagnetic dipoles with nuclei and show that the theory is in excellent agreement with experiment.
We shall show that the polynomials Af behave in the manner described in the first paragraph of the proof.
We wish to show that the range of Af is exactly the subspace Af.
We first show that the function is single-valued in some neighborhood.
We must now show that on some component of the graph there exist two points for which the corresponding diagonal points in the C-plane are on opposite sides of C.
We now shall show that any involution with these characteristics is necessarily of the type we have just described.
We are abstracting from the fact of strikes here, but it should be obvious that the extent to which the public-limit price is raised by a given increase in the basic wage rate is also a function of the show of resistance put up by the industry.
We can all breathe more easily this morning -- more easily and joyously, too -- because Joshua Logan has turned the stage show, `` Fanny '', into a delightful and heart-warming film.
We now consider how the choice of description language affects the value of K, and show that the effect of changing the description language is bounded.
We show this by contradiction by making a program that creates a string that should only be able to be created by a longer program.
We have to distinguish between the spectra of di-atomic molecules, which exhibit a pronounced fine structure, and those of larger ( usually tri-atomic ) molecules that don ’ t show such fine structure.
We will show that the difference quotient for is always equal to:
She lost her job on The Dinah Shore Show when, as she said, " We were shooting all night, and into the next day, and time just got away from me, and I didn't realize that I was supposed to be on the set working as Dinah's double on her show, Chevy Theatre.
We will now show that the nontrivial converse is also true.
We can show a waveform is periodic by finding some period T for which the following equation is true:
We must show m
We can only show a sighted person a piece of yellow paper or a yellow scrap of cloth and say " That is yellow.
We show how to treat these below.
We can show that
#* Proof: We show if p
We can also show that the possible values of the observable A in any state must belong to the spectrum of A.
Say instead we wish to prove proposition p. We can proceed by assuming " not p " ( i. e. that p is false ), and show that it leads to a logical contradiction.
Merrily We Roll Along ( 1981 ), with a book by George Furth, is one of Sondheim's more " traditional " scores and was thought to hold potential to generate some hit songs ( Frank Sinatra and Carly Simon each recorded a different song from the show ).

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